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2Â¥2015-12-28 09:57:34
getengqing
ľ³æ (ÕýʽдÊÖ)
- Ó¦Öú: 104 (¸ßÖÐÉú)
- ½ð±Ò: 3759.8
- É¢½ð: 30
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- Ìû×Ó: 592
- ÔÚÏß: 110.5Сʱ
- ³æºÅ: 2986702
- ×¢²á: 2014-02-23
- ÐÔ±ð: GG
- רҵ: ×ÔÈ»ÓïÑÔÀí½âÓë»úÆ÷·Òë

3Â¥2015-12-28 10:22:49
ruyangt
ͳæ (СÓÐÃûÆø)
- Ó¦Öú: 0 (Ó×¶ùÔ°)
- ½ð±Ò: 107.1
- Ìû×Ó: 257
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- ³æºÅ: 4227838
- ×¢²á: 2015-11-18
- רҵ: Ö²Îï×ÊԴѧ
4Â¥2016-01-02 19:08:13
newbee
гæ (ÕýʽдÊÖ)
- Ó¦Öú: 0 (Ó×¶ùÔ°)
- ½ð±Ò: 53.4
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- Ìû×Ó: 449
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- ×¢²á: 2015-11-27
- ÐÔ±ð: GG
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5Â¥2016-01-02 19:24:35
ruyangt
ͳæ (СÓÐÃûÆø)
- Ó¦Öú: 0 (Ó×¶ùÔ°)
- ½ð±Ò: 107.1
- Ìû×Ó: 257
- ÔÚÏß: 36Сʱ
- ³æºÅ: 4227838
- ×¢²á: 2015-11-18
- רҵ: Ö²Îï×ÊԴѧ
|
%% clear; r0=5e-3; % r0=1e-3; % miu=8; % sigma_e=1/(60e-8); f=100;T=1/f; H0=40; w=2*pi*f; H=@(t)40*sin(2*pi*f*t); miu_0=4*pi*1e-7; d=10e-3; pho=60e-8; S=78.5e-6; beta=16; V_0=1e3; G=0.1356; k_e=3.283; alpha=-0.02; c=0.18; Ms=770; a=7.012; %% Å·À·¨ÇóÊýÖµ½â I_max=200; dt=T/I_max;t0=0; %% ÆðµãÖµ; M=0; c1=miu_0*d.^2/(2*pho*beta); c2=sqrt(miu_0*G*S*V_0/(2*pho*beta)); t=t0; % H=@(x,y)H0*exp(j*w*t+sqrt(j*miu*sigma_e*w).*(sqrt(x.^2+y.^2)-r1)).*r1./sqrt(x.^2+y.^2); % ymax=@(x)sqrt(r1^2-x.^2); % ymin=@(x)sqrt(r0^2-x.^2); % HH=quad2d(H,0,r0,ymin,ymax)+quad2d(H,r0,r1,0,ymax); % HH=real(HH)*4/(pi*(r1^2-r0^2)); HH=0; for i=1:I_max; t=t0+i*dt; % H=@(x,y)H0*exp(j*w*t+sqrt(j*miu*sigma_e*w).*(sqrt(x.^2+y.^2)-r1)).*r1./sqrt(x.^2+y.^2); % Ht=quad2d(H,0,r0,ymin,ymax)+quad2d(H,r0,r1,0,ymax); % Ht=real(Ht)*4/(pi*(r1^2-r0^2)); Ht=H(t); dH=Ht-HH(i); %% mean_H=quad2d "»ý·Ö" if Ht<0 delta=-1; else delta=1; end HH(i+1)=Ht; M(i+1)=erfen(c1,dH,dt,c2,k_e,delta,M(i),alpha,Ht); B(i+1)=miu_0*(M(i+1)+HH(i+1)); end plot(HH,B,'ro') xlabel('´Å³¡Ç¿¶È') ylabel('´Å¸ÐӦǿ¶È') function M_1=erfen(c1,dH,dt,c2,k_e,delta,M,alpha,H) fun=@(x)odeff(x,c1,dH,dt,c2,k_e,delta,M,alpha,H); left=-1000; right=1000; n=1000;dh=(right-left)/n; for i=1:n; x_l=left+(i-1)*dh; x_r=left+i*dh; if fun(x_l)*fun(x_r)>0; continue;end if fun(x_l)==0;M_1=x_l;break;end; if fun(x_r)==0;M_1=x_r;break;end; d=1; while d>1e-5; x=(x_l+x_r)/2; if fun(x_l)*fun(x)==0; M_1=x;break; elseif fun(x_l)*fun(x)<0; x_r=x; else x_l=x; end d=abs(x_l-x_r); end M_1=(x_l+x_r)/2; end end function ff=odeff(M_1,c1,dH,dt,c2,k_e,delta,M,alpha,H) c=0.18; Ms=770; a=7.012; dM=M_1-M; He=H+alpha*(M+dM); He_0=H-dH+alpha*M; dHe=He-He_0; M_an=Ms*(coth(He/a)-a/He); dM_an=M_an-Ms*(coth(He_0/a)-a/He_0); ff=c1*dH/dt*(dM/dH).^2+c2*sqrt(dH/dt)*(dM/dH).^1.5+... (k_e*delta-alpha*(M_an-M_1+k_e*delta*c*dM_an/dHe))*dM/dH-... (M_an-M_1+k_e*delta*c*dM_an/dHe); end |
6Â¥2016-01-02 19:33:07
ruyangt
ͳæ (СÓÐÃûÆø)
- Ó¦Öú: 0 (Ó×¶ùÔ°)
- ½ð±Ò: 107.1
- Ìû×Ó: 257
- ÔÚÏß: 36Сʱ
- ³æºÅ: 4227838
- ×¢²á: 2015-11-18
- רҵ: Ö²Îï×ÊԴѧ
|
%% clear; r0=5e-3; % r0=1e-3; % miu=8; % sigma_e=1/(60e-8); f=100;T=1/f; H0=40; w=2*pi*f; H=@(t)40*sin(2*pi*f*t); miu_0=4*pi*1e-7; d=10e-3; pho=60e-8; S=78.5e-6; beta=16; V_0=1e3; G=0.1356; k_e=3.283; alpha=-0.02; c=0.18; Ms=770; a=7.012; %% Å·À·¨ÇóÊýÖµ½â I_max=200; dt=T/I_max;t0=0; %% ÆðµãÖµ; M=0; c1=miu_0*d.^2/(2*pho*beta); c2=sqrt(miu_0*G*S*V_0/(2*pho*beta)); t=t0; % H=@(x,y)H0*exp(j*w*t+sqrt(j*miu*sigma_e*w).*(sqrt(x.^2+y.^2)-r1)).*r1./sqrt(x.^2+y.^2); % ymax=@(x)sqrt(r1^2-x.^2); % ymin=@(x)sqrt(r0^2-x.^2); % HH=quad2d(H,0,r0,ymin,ymax)+quad2d(H,r0,r1,0,ymax); % HH=real(HH)*4/(pi*(r1^2-r0^2)); HH=0; for i=1:I_max; t=t0+i*dt; % H=@(x,y)H0*exp(j*w*t+sqrt(j*miu*sigma_e*w).*(sqrt(x.^2+y.^2)-r1)).*r1./sqrt(x.^2+y.^2); % Ht=quad2d(H,0,r0,ymin,ymax)+quad2d(H,r0,r1,0,ymax); % Ht=real(Ht)*4/(pi*(r1^2-r0^2)); Ht=H(t); dH=Ht-HH(i); %% mean_H=quad2d "»ý·Ö" if Ht<0 delta=-1; else delta=1; end HH(i+1)=Ht; M(i+1)=erfen(c1,dH,dt,c2,k_e,delta,M(i),alpha,Ht); B(i+1)=miu_0*(M(i+1)+HH(i+1)); end plot(HH,B,'ro') xlabel('´Å³¡Ç¿¶È') ylabel('´Å¸ÐӦǿ¶È') function M_1=erfen(c1,dH,dt,c2,k_e,delta,M,alpha,H) fun=@(x)odeff(x,c1,dH,dt,c2,k_e,delta,M,alpha,H); left=-1000; right=1000; n=1000;dh=(right-left)/n; for i=1:n; x_l=left+(i-1)*dh; x_r=left+i*dh; if fun(x_l)*fun(x_r)>0; continue;end if fun(x_l)==0;M_1=x_l;break;end; if fun(x_r)==0;M_1=x_r;break;end; d=1; while d>1e-5; x=(x_l+x_r)/2; if fun(x_l)*fun(x)==0; M_1=x;break; elseif fun(x_l)*fun(x)<0; x_r=x; else x_l=x; end d=abs(x_l-x_r); end M_1=(x_l+x_r)/2; end end function ff=odeff(M_1,c1,dH,dt,c2,k_e,delta,M,alpha,H) c=0.18; Ms=770; a=7.012; dM=M_1-M; He=H+alpha*(M+dM); He_0=H-dH+alpha*M; dHe=He-He_0; M_an=Ms*(coth(He/a)-a/He); dM_an=M_an-Ms*(coth(He_0/a)-a/He_0); ff=c1*dH/dt*(dM/dH).^2+c2*sqrt(dH/dt)*(dM/dH).^1.5+... (k_e*delta-alpha*(M_an-M_1+k_e*delta*c*dM_an/dHe))*dM/dH-... (M_an-M_1+k_e*delta*c*dM_an/dHe); end |
7Â¥2016-01-02 19:33:52













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